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Limiting distributions for TASEP, Last Passage Percolation and a few words on universality in KPZ

Random Matrix Theory and Its Applications I September 13, 2010 - September 17, 2010

September 14, 2010 (10:40AM PDT - 11:20AM PDT)
Speaker(s): Sandrine Péché
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Abstract This is joint work with J. Baik, P. Ferrari and I. Corwin. We give the multipoint limiting distribution for Tasep with various initial conditions (stationnary Tasep, two sided Tasep). The connection with last passage percolation and random matrix theory is also discussed. These discrete growth processes are supposed to be in the KPZ universality class.
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